Question

1. v≥-5;4

is each number following the inequality a solution of the give inequality?

Answer 1

the numbers 4, -3, and 0 are solutions to the inequality
`(v \geq -5)`, while the number -10 is not a solution.

The given inequality is
`(v \geq -5)`. To determine if each number following the inequality is a solution, we can simply check if the number satisfies the inequality.

For the given inequality
`(v \geq -5)`, any number that is greater than or equal to -5 is a solution. Therefore, to check if a number is a solution, we simply need to compare it to -5.

For the number 4, we have
`(4 \geq -5)`, which is true. Therefore, 4 is a solution.

For the number -3, we have
`(-3 \geq -5)`, which is also true. Therefore, -3 is a solution.

For the number 0, we have
`(0 \geq -5)`, which is true. Therefore, 0 is a solution.

For the number -10, we have
`(-10 \geq -5)`, which is false. Therefore, -10 is not a solution.

In summary, the numbers 4, -3, and 0 are solutions to the inequality
`(v \geq -5)`, while the number -10 is not a solution.